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skelet666 [1.2K]
3 years ago
6

Which of the following reflects the order of operations when the Fed buys bonds on the open market?a. Money supply increases, in

terest rates decrease, investment spending increases, AS shifts right.b. Money supply decreases, interest rates increase, investment spending decreases, AD shifts left.c. Money supply increases, interest rates increase, investment spending increases, AD shifts right.d. Money supply decreases, interest rates increase, investment spending decreases, AS shifts left.e. Money supply increases, interest rates decrease, investment spending increases, AD shifts right.
Business
1 answer:
muminat3 years ago
7 0

Answer:

Reflection of order of operations when the Fed buys bonds on the open market:

a. Money supply increases, interest rates decrease, investment spending increases, AS shifts right.

Explanation:

When the Federal Reserve buys bonds on the open market, the action increases the money supply in the banks.  This allows banks to increase loans, and investors will increase investments.  It also increases the price of government securities and effectively reduces their interest rates, thereby decreasing the overall interest rates while promoting investments.

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The Anson Jackson Court (AJC) currently has $150,000 market value (and book value) of perpetual debt outstanding carrying a coup
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d. $750,000; 8.9%

Explanation:

The computation is shown below:

A. Current Total Market Value          

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B. Weighted Average Cost of Capital (WACC)         WACC = {Equity ÷ (Equity + Debt) × Cost of Equity} + {Debt ÷ ( Equity + Debt ) × Cost of Debt × (1 - 25%)}

= {$600,000 ÷ ($600,000 + $150,000) × 10%}  + {$150,000 ÷ ($600,000 + $150,000) × 6% × 0.75}  

= ($600,000 ÷ $750,000) × 10% + ($150,000 ÷ $750,000) × 6% × 0.75            = 0.08 + 0.009          

= 8.90%          

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145. A mutual fund manager has a $40 million portfolio with a beta of 1.00. The risk-free rate is 4.25%, and the market risk pre
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Answer:

1.763

Explanation:

Data provided in the question:

Beta of $40 million portfolio = 1

Risk-free rate = 4.25%

Market risk premium = 6.00%

Expected return = 13.00%

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Expected return = Risk-free rate + ( Beta × Market risk premium )

13.00% = 4.25% + ( Beta × 6.00% )

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Beta × 6.00% = 8.75%

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